Title of article
Warped product and quasi-Einstein metrics
Author/Authors
Dey ، Santu - Jadavpur University , Pal ، Buddhadev - University of Calcutta , Bhattacharyya ، Arindam - Jadavpur University
Pages
8
From page
1
To page
8
Abstract
Warped products provide a rich class of physically signi cant geometric objects. Warped product construction is an important method to produce a new metric with a base manifold and a bre. We construct compact base manifolds with a positive scalar curvature which do not admit any non-trivial quasi-Einstein warped product, and noncompact complete base manifolds which do not admit any non-trivial Ricci- at quasi-Einstein warped product.
Keywords
Warped product , quasi , Einstein space
Journal title
Caspian Journal of Mathematical Sciences
Serial Year
2017
Journal title
Caspian Journal of Mathematical Sciences
Record number
2462137
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